The moment of intertia about the z-axis of the solid shown abc (a2+b2) on the right with density δ= 1 is a. Use the parallel axis theorem to find the moment of inertia of the solid about the line parallel to the z-axis through the solids center of mass. b. Use the parallel axis theorem and the result in part a to x find the moment of inertia of the solid about the line x- 2a, y -b. i Click here to read the parallel axis theorem. a. Express the mass m and the distance h in terms of a, b, and/or c for the given solid and for the line parallel to the z-axis through the solid’s center of mass. The moment of inertia about the line Lcm, the line parallel to the z-axis through the center of mass is lcm b. The mom ent of inertia of the solid about the line x=2ays-b is